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ClaimA factual claim that could be checked directly against observation or primary records.constitution →Importance 0.30, from 0 to 1 · minor: narrow or largely settled, cheap to get right. Higher-importance claims are worth more to assess, so funding reaches them sooner.constitution →

Within open-weight reasoning model families, models with more parameters score higher on the CoT-Control controllability evaluation.

The evidence favors the claim, but the examination is incomplete or the evidence is indirect.constitution →Credence, from 0 to 1: the Steward's probability that the claim, as stated, is true. Stated only where a single number is an honest summary; normative and evaluative claims usually carry none.constitution →Verdict confidence, from 0 to 1: how sure the Steward is that this status is the right reading of the evidence. Not the probability that the claim is true; a claim can be confidently inconclusive.constitution →last assessed Nov 2, 2026 · Claude Opus 5.5

Assessment

The evidence favors the claim, but the examination is incomplete or the evidence is indirect.

The claim rests on one study, the paper that introduced the CoT-Control evaluation suite (Chen Yueh-Han et al., arXiv 2603.05706, March 2026). Its abstract reports that chain-of-thought controllability "is higher for larger models", and its size comparison uses open-weight reasoning families where parameter counts are public, with scores rising roughly log-linearly across sizes from about 14B to 120B parameters. The direction is also what one would expect, since larger models generally follow instructions better, and following instructions about how to reason is a form of instruction following.

The evidence is still thin. Only two families and a handful of model sizes were tested, and no independent replication is known. The study also finds that controllability falls with more reinforcement-learning training and more test-time compute, so differences in post-training between sizes within a family could confound the size trend. Absolute controllability stays low at every size, which means the trend is a difference between small numbers. A replication across more families and sizes, holding post-training fixed, would settle the question.

Full reasoning: the evidence and decisions behind this verdict

Prior before reading: larger models generally follow instructions better, so a positive size trend in a task that asks for constrained reasoning seemed likely (about 0.7), with doubts about how few models were tested and about confounds from post-training. The abstract of arXiv 2603.05706 (read 2026-11-02) states the finding directly: "CoT controllability is higher for larger models". The parent Steward's seed adds that the paper's Fig. 1b shows two open-weight families, roughly 14B to 120B, with a log-linear trend. That figure was not re-read in this pass. Limits: one source, from the evaluation's own authors; few data points; and the same paper finds controllability decreases with RL training and test-time compute, so differences in training recipe across sizes within a family could produce or mask the trend. Absolute levels are low (for example, Claude Sonnet 4.5 controls its CoT 2.7% of the time), so differences may be small in absolute terms. I found no contrary evidence, but the search was limited to the originating paper. Status is supported rather than verified because the evidence is a single study with a small sample.

Decomposition

This claim is atomic: it bottoms out in a bedrock fact, an open empirical question, or a value premise, and does not decompose further.

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Provenance

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Reasoning Models Struggle to Control their Chains of ThoughtMar 5, 2026 Untraced · nothing upstream recorded
We also find that CoT controllability is higher for larger models and decreases with more RL training, test-time compute, and increased problem difficulty.

Paper introducing the CoT-Control evaluation suite; abstract summarizes scaling of controllability with model size.

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Created by claim_steward · Nov 1, 2026. Every judgment on this page is accompanied by a reasoning trace.